"f:R\\to R \\ that \\ is\\ \n(x,y)\\mapsto 2xy\\\\\ng:R\\to R \\ that\\ is \\ (x,y)\n\\mapsto x^2+y^2\\\\\n1) h=f\/g=\\frac{f}{g}=\\frac{2xy}{x^2+y^2}\\\\\nh:R\\setminus (0,0)\\to R \\setminus(\n0,0) \\ because \\ x^2+y^2 \\ is \\ not \\ equal \\, to \\,(0,0).\\\\\nThe\\ domain \\ of \\ h\\ is \\ R\\setminus(0,0).\\\\"
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